Find the derivative.s = 3t2 - 6t + 1
A. 6t2 - 6
B. 3t2 - 6
C. 3t - 6
D. 6t - 6
Answer: D
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Solve.In a particular city, 
of the residents subscribe to the local newspaper. Write this fraction as a percent.
A. 0.0002% B. 0.002% C. 0.02% D. 0.2%
Determine whether the graph is connected or disconnected.
A. Disconnected B. Connected
Find the exact values of the indicated trigonometric functions. Write fractions in lowest terms.
Find sin A and tan A.
A. sin A = 
; tan A = 
B. sin A = 
; tan A = 
C. sin A = 
; tan A = 
D. sin A = 
; tan A = 
The volume V (in liters) of a certain mass of gas is related to its pressure P (in millimeters of mercury) and its temperature T (in degrees Kelvin) by the law
?
?
Compute 
and 
when T = 260 and P = 700.
?
A. 
The volume increases by 0.044 L when the temperature decreases by 1 degree (beyond 260 K) and the pressure is fixed at 700 mm of mercury. The volume decreases by 0.016 L when the pressure increases by 1 mm of mercury (beyond 700 mm) and the temperature is fixed at 260 K.
?
B.
The volume increases by 0.044 L when the temperature increases by 1 degree (beyond 260 K) and the pressure is fixed at 700 mm of mercury. The volume decreases by 0.016 L when the pressure increases by 1 mm of mercury (beyond 700 mm) and the temperature is fixed at 260 K.
?
C.
The volume increases by 0.044 L when the temperature increases by 1 degree (beyond 260 K) and the pressure is fixed at 700 mm of mercury. The volume increases by 0.016 L when the pressure increases by 1 mm of mercury (beyond 700 mm) and the temperature is fixed at 260 K.
?
D. ?
The volume increases by 0.044 L when the temperature increases by 1 degree (beyond 260 K) and the pressure is fixed at 700 mm of mercury. The volume increases by 0.016 L when the pressure increases by 1 mm of mercury (beyond 700 mm) and the temperature is fixed at 260 K.
?